Factorization is converting an expression into the product of its factors. These factors may be algebraic expressions, variables, and numbers also.
A polynomial 2x3 + 4x2 + 6xis divided by monomial 2x as shown below:
(2x3+4x2+6x)2x = 2x3 / 2x + 4x22x + 6x / 2x = x2+ 2x + 3
A top issue shape is a form of top factors, where every quantity is expressed.
An algebraic expression is described because of the mathematical expression, which includes variables, numbers, and operations. The values of this expression are now no longer constant.For example: x + 1, p – q, 3x, 2x+3y, 5a/6b etc.
A fundamental element is an element that can not be expressed in addition as a made of factors. For example, algebraic expressions may be expressed in fundamental form.
The best not unusual place elements are determined to factorize an algebraic expression.
Algebraic identities can be used for factorisation
Example: 9x2 + 12xy + 4y2
= ( 3x)2 + 2 x 3x x 2y+(2y)2